节点文献
基于最小条件法的无基准平面曲线轮廓度误差的精确评定
Precise Assessment of Plane Curve Profile without Datum Based on Minimum Condition Method
【摘要】 提出一种新的最小条件法。用坐标轮换法将最小条件法的目标函数多维无约束优化转化为一维优化,然后用进退法确定搜索区间,最后以黄金分割法进行一维寻优。辅以MATLAB软件完成了无基准任意位置平面曲线轮廓度误差的快速精确评定,并设计人机交互界面实现评定结果可视化。最后通过算例证明算法的可靠性。
【Abstract】 A novel minimum condition method was proposed. Multi dimensional unconstrained optimization of objective function was transformed into one-dimensional optimization using method of coordinate rotation.Advance and retreat method was used to determine the search interval and then it was optimized by golden section method.The evaluation of profile error was completed by MATLAB.It could be operated easily and the error was shown with diagrammatic view.The testing results show that the algorithm is correct.
【关键词】 平面曲线;
轮廓度;
MATLAB;
最小条件法;
【Key words】 Plane curve; Profile tolerance; MATLAB; Minimal condition;
【Key words】 Plane curve; Profile tolerance; MATLAB; Minimal condition;
【基金】 福建省科技厅工业引导性(重点)项目(2016H0002)
- 【文献出处】 机床与液压 ,Machine Tool & Hydraulics , 编辑部邮箱 ,2019年16期
- 【分类号】TG83
- 【被引频次】3
- 【下载频次】123